Euler's Method (with Jon Rogness) Input the right-hand side of a differential equation of the form dy/dx = f(x,y) to see a plot of the approximate solution solved using Euler's Method. [ file ]
Equilibrium solutions: Logistic population model with harvesting (with Jon Rogness) Vary parameter values and initial conditions to observe changes in equilibrium behavior. For the pre-loaded parameter values, a bifurcation occurs around h=18.
Solutions to systems of 2 linear ODEs Input the coefficient matrix to view the true solution, given an initial condition. Also input the calculated eigenvalues and eigenvectors to check your calculations against the true solution.